Q Four whole numbers a b c and d nsuch that n1 a b c d is a perfect square

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(#M40000583) ORKUT question Values of numbers Keep an EYE

Q. Four whole numbers - a, b, c and d.
such that -
1. ( a + b + c + d ) is a perfect square
2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a perfect square. What are the smallest values for a, b, c and d?: Asked In Orkut Dr.Dipin Singh (14 years ago); Unsolved; Is this Puzzle helpful? (2) (1) Submit Your Solution

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As for everything else, so for a mathematical theory: beauty can be perceived but not explained.

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Mathematics has 25%formulas, 25%proofs and apply 25%thinking and 25%efforts. In real life situations proofs are nothing but already existed stories(we know the solutions from all experienced people). formulas are nothing but goals. we have so many goals b

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Latest Orkut Aptitude Question SOLUTION: Q. Four whole numbers - a, b, c and d. such that - 1. ( a + b + c + d ) is a perfect square 2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a

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(#M40000583) ORKUT question Values of numbers Keep an EYE

Q. Four whole numbers - a, b, c and d.
such that -
1. ( a + b + c + d ) is a perfect square
2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a perfect square. What are the smallest values for a, b, c and d?

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Latest Orkut Aptitude Question SOLUTION: Q. Four whole numbers - a, b, c and d. such that - 1. ( a + b + c + d ) is a perfect square 2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a

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(#M40000583) ORKUT question Values of numbers Keep an EYE

Q. Four whole numbers - a, b, c and d. such that - 1. ( a + b + c + d ) is a perfect square 2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a perfect square. What are the smallest values for a, b, c and d?

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Q. Four whole numbers - a, b, c and d.
such that -
1. ( a + b + c + d ) is a perfect square
2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a perfect square. What are the smallest values for a, b, c and d?